Workshop Overview
Great advances have been made in the acquisition of image data, from
conventional photography, CT scanning, and satellite imaging to the
now ubiquitous digital cameras embedded in cell phones and other
wireless devices. Although the semantic understanding of the shapes
and other objects appearing in images is effortless for human beings,
the corresponding problem in machine perception - namely, automatic
interpretation via computer programs - remains a major open challenge
in modern science. In fact, there are very few systems whose value
derives from the analysis rather than collection of image data, and
this "semantic gap" impedes scientific and technological advances in
many areas, including automated medical diagnosis, robotics,
industrial automation, and effective security and surveillance.
In this CSLS Workshop, three distinguished experts in the field of
Computational Vision and Image Analysis share their thoughts on the
current state of the art and future directions in the field.
Hierarchical Designs for Pattern Recognition
By
Prof. Donald Geman
(Dept. of Applied Mathematics and Statistics and
Center for Imaging Science,
Johns Hopkins University,
USA)
ABSTRACT: It is unlikely that complex problems in machine perception,
such as scene interpretation, will yield directly to improved methods
of statistical learning. Some organizational framework is needed to
confront the small amount of data relative to the large number of
possible explanations, and to make sure that intensive computation is
restricted to genuinely ambiguous regions. As an example, I will
present a "twenty questions" approach to pattern recognition. The
object of analysis is the computational process itself rather than
probability distributions (Bayesian inference) or decision boundaries
(statistical learning). Under mild assumptions, optimal strategies
exhibit a steady progression from broad scope coupled with low power
to high power coupled with dedication to specific
explanations. Several theoretical results will be mentioned (joint
work with Gilles Blanchard) as well as experiments in object detection
(joint work with Yali Amit and Francois Fleuret).
Modeling and Inference of Dynamic Visual Processes
ABSTRACT: "We see in order to move, and we move in order to see." In
this expository talk, I will explore the role of vision as a sensor
for interaction with physical space. Since the complexity of the
physical world is far superior to that of its measured images,
inferring a generic representation of the scene is an intrinsically
ill-posed problem. However, the task becomes well-posed within the
context of a specific control task. I will display recent results in
the inference of dynamical models of visual scenes for the purpose of
motion control, shape visualization, rendering, and classification.
Computational Anatomy and Models for Image Analysis
By
Prof. Michael Miller
(Director of the Center for Imaging Science,
The Seder Professor of Biomedical Engineering,
Professor of Electrical and Computer Engineering,
Johns Hopkins University,
USA)
ABSTRACT: University Recent years have seen rapid advances in the
mathematical specification of models for image analysis of human
anatomy. As first described in "Computational Anatomy: An Emerging
Discipline" (Grenander and Miller, Quarterly of Applied Mathematics,
Vol. 56, 617-694, 1998), human anatomy is modelled as a deformable
template, an orbit under the group action of infinite dimensional
diffeomorphisms. In this talk, we will describe recent advances in CA,
specifying a metric on the ensemble of images, and examine distances
between elements of the orbits, "Group Actions, Homeomorphisms, and
Matching: A General Framework" (Miller and Younes,
Int. J. Comp. Vision Vol. 41, 61-84, 2001), "On the Metrics of
Euler-Lagrange Equations of Computational Anatomy
(Annu. Rev. Biomed. Eng., Vol. 4, 375-405, 2002). Numerous results
will be shown comparing shapes through this metric formulation of the
deformable template, including results from disease testing on the
hippocampus, and cortical structural and functional mapping.